What is factor 50y^{50}-32z^{100} ?

The solution to factor 50y^{50}-32z^{100} is 2(5y^{25}+4z^{50})(5y^{25}-4z^{50})

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factor 50y^{50}-32z^{100}

factor

50 y^{50} - 32 z^{100}

2 (5 y^{25} + 4 z^{50}) (5 y^{25} - 4 z^{50})

Solution steps

50 y^{50} - 32 z^{100}

Factor out common term

2 : 2 (25 y^{50} - 16 z^{100})

= 2 (25 y^{50} - 16 z^{100})

Factor

25 y^{50} - 16 z^{100} : (5 y^{25} + 4 z^{50}) (5 y^{25} - 4 z^{50})

= 2 (5 y^{25} + 4 z^{50}) (5 y^{25} - 4 z^{50})

(1 + 6 i) - (- 5 + 5 i)

5^{2} \cdot 5^{- 3}

5 i^{- 5}

e^{- i}

\frac{sin ( 3 x )}{sin ( 2 x )}

What is factor 50y^{50}-32z^{100} ?
The solution to factor 50y^{50}-32z^{100} is 2(5y^{25}+4z^{50})(5y^{25}-4z^{50})